Pure Repeating Decimal to Fractions - How to Convert

[@gotutormaths]

How to find a percent of a number easily and fast ua-cam.com/video/A-2bjPFE0QA/v-deo.html

[@AmyCooper-ec8qn]

I was teaching my brother for his school homework then saw this, omg you saved my time, very nice and easy to understand, thank you. ❤❤❤

[@2MDVR]

YOU SAVED MY LIVE MAN MY MATH TECHER GAVE US SONE GRAZY LING FORMULA THANK U

[@HBMyt]

what was the formula\

[@PreethiJoshi-f4t]

His teacher for you

[@wisely_man]

Thank u bro without this I was not gonna able to complete my homework I can't understand realy because of so many order to solve and get the answer but when I see dis vid I got really happy ty so much u deserve a sub😁❤❤❤

[@Shiftingreubix]

This is so helpful.

[@missrainee]

Very helpful!

[@josemeza5144]

Thank you so much I really needed this

[@suwasbhatt912]

Nice trick

[@familovegamehub4513]

Very helpful and easily understandable. Keep up the good work because you have earned a new sub!

[@Obsessed_saint]

Thank you so much!!!😭💜

[@maxamedyacquubmaxamed1871]

Good

[@H1rrix]

Thank you you save me you deserve a sub

[@USSR_300]

Thanks

[@ssonkoIsmail-b6o]

So useful thank you

[@charlielee854]

thankyou

[@PriyaPrakash-s6h]

Thanks Man😊

[@mindsocket4117]

Thanks, I would’ve gone into trouble if I didn’t find this video!

[@EditorNE0NYT]

Why nine?

[@AryanNayak-je2rs]

It's actually came from solving this
0.6'repeating = 0.666...
Let say, x be the rational form of 0.666...
So, x = 0.666...
10x = 10 × (0.666...) = 6.666...
10x = 6 + 0.666...
10x = 6 + x (x = 0.666... from above)
We get, 9x = 6
x = 6/9 = 2/3
He just skipped these steps

[@AndreuCordovan-r5n]

If its repeating like "0.464646" will i still write it all?? Or just put "46"?

[@sellpeople5184]

I don't get it omg..

[@Fruitbowl4ever]

But can u tell me why 9 is the denominator

[@Bobthebuilderismydad]

guys this only works if the whole decimal is repeating for example if you have 0.16 but only the six is repeating then you need to do the proper formula where you need to make x=your decimal then multiply by different powers of 10 to get 2 answers with identical decimal points before subtracting both sided and doing light algebra to find a reduced fraction

[@SamaraSingh-or7ty]

Thanks I was wondering if only 1 is repeating

[@chuu9391]

what if.. it was 1.6 (6 repeating) and have to convert it into a fraction?

[@AryanNayak-je2rs]

(All digit - Digits don't have bar or not repeating) ÷ ( 9's depending upon repeating digits)
1.666...⇒ (16 - 1)/9 = 15/9

[@darrenravago]

Non terminating recurring

[@VaishaliRamjan-v2n]

Help me 66.6 to fraction

[@PreethiJoshi-f4t]

How the nine came there

[@sellpeople5184]

Now tell me, how to SIMPLIFY

[@pookerlicioususus]

HELPLPPL

[@FREEPALESTINE642]

you see which numbers the numerator and denominator can divide into... e.g 6 & 9 go into 3, so 6/3= 2 and 9/3= 3... so 2/3 would be the answer

[@novacell8771]

Why nine😮

[@Zenox1-BedWars]

Where 9 coming from

[@AryanNayak-je2rs]

It's actually came from solving this
0.6'repeating = 0.666...
Let say, x be the rational form of 0.666...
So, x = 0.666...
10x = 10 × (0.666...) = 6.666...
10x = 6 + 0.666...
10x = 6 + x (x = 0.666... from above)
We get, 9x = 6
x = 6/9 = 2/3
He just skipped these steps

[@Rs_king-attitude.]

299.6×2.5=999😮

[@Serene_13]

My head blow😢

[@MatthewTalingting-gi8mk]

There's no way man

[@Tgjjfnmvvv]

Fr like my teacher was teaching us long process like wtf😭

[@mathalajayalakshmi438]

Maku thelusu